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# A confidence interval for a population mean is to be estimated. The population standard deviation is guessed to be anywhere from 14 to 24. The half-width B desired could be anywhere from 2 to 7. a. Tabulate the minimum sample size needed for the given ranges of σ and B. b. If the fixed cost of sampling is \$350 and the variable cost is \$4 per sample, tabulate the sampling cost for the given ranges of σ and B. c. If the cost of estimation error is given by the formula 10B2, tabulate the total cost for the given ranges of σ and B. What is the value of B that minimizes the total cost when σ = 14? What is the value of B that minimizes the total cost when σ = 24?

A confidence interval for a population mean is to be estimated. The population standard deviation  is guessed to be anywhere from 14 to 24. The half-width B desired could be anywhere from 2 to 7.

a. Tabulate the minimum sample size needed for the given ranges of σ  and B.

b. If the fixed cost of sampling is \$350 and the variable cost is \$4 per sample, tabulate the sampling cost for the given ranges of σ and B.

c. If the cost of estimation error is given by the formula 10B2, tabulate the total cost for the given ranges of σ  and B. What is the value of B that minimizes the total cost when σ = 14? What is the value of B that minimizes the total cost when σ = 24?

Interested in a PLAGIARISM-FREE paper based on these particular instructions?...with 100% confidentiality?